Department Members
Department Activity
Also at Simon Fraser University
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Tom Archibald, Counterexamples in Weierstraß ’s workIn Karl Weierstraß, Springer Spektrum, Wiesbaden. pp. 269--285. 2016.
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Tom Archibald, Wilfried Sieg. Hilbert's Programs and Beyond. xii + 440 pp., illus., bibl., index. Oxford: Oxford University Press, 2013. $85 .William Ewald;, Wilfried Sieg ., Michael Hallett . David Hilbert's Lectures on the Foundations of Arithmetic and Logic, 1917–1933. xxv + 1,062 pp., tables, bibl., indexes. Berlin: Springer, 2013. $139 (review)Isis 106 (2): 481-483. 2015.
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Tom Archibald, Saturn’s rings from Laplace to Poincar’eIn A Delicate Balance: Global Perspectives on Innovation and Tradition in the History of Mathematics, Birkhäuser/springer, Cham. pp. 103--124. 2015.
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R. Tazzioli and T. Archibald, Integral equations between theory and practice: the cases of Italy and France to 1920Arch. Hist. Exact Sci 68 (5): 547--597. 2014.
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Tom Archibald, Dumbaugh Della, and Kent Deborah, A mobilized community: mathematicians in the United States during the First World WarIn Archibald Thomas, Dumbaugh Della & Kent Deborah (eds.), The War of Guns and Mathematics, Amer. Math. Soc., Providence, Ri. pp. 229--271. 2014.
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Tom Archibald, Sources in the development of mathematics [book review of MR2807493]Notices Amer. Math. Soc 60 (10): 1331--1333. 2013.
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Tom Archibald, The Shaping of Arithmetic after C. F. Gauss's Disquisitiones arithmeticae (review)Isis 102 368-369. 2011.
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Tom Archibald, Differential equations and algebraic transcendents: French efforts at the creation of a Galois theory of differential equations 1880--1910Rev. Histoire Math 17 (2): 373--401. 2011.
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Tom Archibald, The Mathematics of Egypt, Mesopotamia, China, India, and Islam: A Sourcebook (review)Isis 100 381-382. 2009.
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Thomas Archibald and Louis Charbonneau, Mathematics in Canada before 1945: a preliminary survey [MR1661621]In Archibald Thomas & Charbonneau Louis (eds.), Mathematics and the Historian’s Craft, Springer, New York. pp. 141--182. 2005.
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T. Archibald and R. Tazzioli, The reception of Fredholm’s results on integral equations: preliminary reportReal Anal. Exchange 29 113--136. 2005.
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Thomas Archibald, Charles Hermite and German mathematics in FranceIn Mathematics Unbound: The Evolution of an International Mathematical Research Community, 1800--1945, Amer. Math. Soc., Providence, Ri. pp. 123--137. 2002.
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Tom Archibald, Priority claims and mathematical values: disputes over quaternions at the end of the nineteenth centuryMat. Medd. Danske Vid. Selsk 46 (2): 255--269. 2001.
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Tom Archibald, Images of applied mathematics in the German mathematical communityIn Changing Images in Mathematics, Routledge, London. pp. 49--67. 2001.
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Tom Archibald, From attraction theory to existence proofs: the evolution of potential-theoretic methods in the study of boundary-value problems, 1860--1890Rev. Histoire Math 2 (1): 67--93. 1996.
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Tom Archibald, The Man Who Knew Infinity: A Life of the Genius Ramanujan by Robert Kanigel (review)Isis 84 165-166. 1993.
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Tom Archibald, Louis Néel, le magnétisme et Grenoble: Récit de la création d'un empire physicien dans la province française, 1940-1965Dominique Pestre (review)Isis 83 (3): 514-515. 1992.
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Tom Archibald, Riemann and the theory of electrical phenomena: Nobili’s ringsCentaurus 34 (3): 247--271. 1991.
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Tom Archibald, Connectivity and smoke-rings: Green’s second identity in its first fifty yearsMath. Mag 62 (4): 219--232. 1989.
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Thomas Archibald, Physics as a constraint on mathematical research: the case of potential theory and electrodynamicsIn The History of Modern Mathematics, Vol. Ii, Academic Press, Boston, Ma. pp. 29--75. 1989.
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Thomas Archibald, Energy and the mathematization of electrodynamics in Germany, 1845--1875Arch. Internat. Hist. Sci 39 (123): 276--307. 1989.